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Test your basic knowledge |
High School Functions Common Core Math Vocab
Start Test
Study First
Subjects
:
common-core
,
math
Instructions:
Answer 50 questions in 15 minutes.
If you are not ready to take this test, you can
study here
.
Match each statement with the correct term.
Don't refresh. All questions and answers are randomly picked and ordered every time you load a test.
This is a study tool. The 3 wrong answers for each question are randomly chosen from answers to other questions. So, you might find at times the answers obvious, but you will see it re-enforces your understanding as you take the test each time.
1. A function in which an independent variable appears as an exponent
Positive intervals
Recursive process
Arc
Exponential function
2. Describes how a quantity is changing over time
Positive intervals
Rate of change
Exponential decay
Exponential growth
3. Form an arch or curve
Arc
Arithmetic sequence
Exponential function
Relative maximum
4. The function is negative where the y-values are negative (below the y-axis)
Symmetries
Absolute value function
Negative intervals
Midline
5. Function of an angle expressed as a ratio of the sides of right-angled triangle containing the angle
Domain
Rate of change
Negative intervals
Trigonometric function
6. Between two y-values where the graph is 'going down'
Period
Recursive process
Decreasing intervals
Function notation
7. A function that has an inverse that is also a function
Function notation
Invertible function
Asymptote
Step function
8. Form an arch or curve
Exponential function
Increasing intervals
Arc
Fibonacci sequence
9. A function of a form y=b where b is some number
Constant function
Relative maximum
Logarithmic function
Relative maximum
10. Greatness of magnitude
Cosine
Amplitude
Sine
Period
11. A sequence in which each term is found by multiplying the previous term by the same number
End behavior
Geometric sequence
Asymptote
Rate of change
12. Point when the graph goes from increasing to decreasing
Recursive process
Periodicity
Relative maximum
Increasing intervals
13. The point which a relation intersects the x- or y-axis
Intercepts
Cosine
Cosine
Geometric sequence
14. The set of values of the independent variable for which a function is defined
Symmetries
Domain
Function notation
Exponential decay
15. A situation that decreases by the same percent each time; the growth rate is 0 < b < 1
Exponential growth
Exponential decay
Domain
Range
16. A process that repeats the same functions - but produces advances with each repition
Midline
Fibonacci sequence
Rate of change
Recursive process
17. List x-values ONLY (no ordered pairs!)
Increasing intervals
Arithmetic sequence
Fibonacci sequence
Symmetries
18. A function whose graph is a series of line segments
Negative intervals
Positive intervals
Sine
Step function
19. A sequence in which each term is found by adding the same number to the previous term
Fibonacci sequence
Geometric sequence
Arithmetic sequence
Exponential decay
20. The quality of recurring at intervals
Periodicity
Range
Geometric sequence
Function notation
21. An equation in the form of 'f(x)=' to show the output value of a function - f - for an input value x
Function notation
Arithmetic sequence
Period
Trigonometric function
22. The set of values of the independent variable for which a function is defined
Period
Domain
Geometric sequence
Absolute value function
23. List x-values ONLY (no ordered pairs!)
Positive intervals
Function notation
Negative intervals
Increasing intervals
24. The function is negative where the y-values are negative (below the y-axis)
Constant function
Negative intervals
Geometric sequence
Exponential function
25. The behavior of the graph of a function as x approaches positive infinity or negative infinity
Exponential decay
End behavior
Negative intervals
Relative minimum
26. An imaginary line drawn down the center of the body - dividing it into right and left halves.
Recursive process
Period
Midline
Amplitude
27. A point on the graph of a function where no other nearby points have a lesser y-coordinate.
Fibonacci sequence
Constant function
Relative minimum
Geometric sequence
28. Growth at a constant rate of increase per unit of time; can be expressed as a constant fraction or exponent
Exponential growth
Exponential decay
Period
Tangent
29. A function written in the form y = /x/ - and the graph is always in the shape of a v
Absolute value function
Cosine
Function notation
Arc
30. A function written in the form y = /x/ - and the graph is always in the shape of a v
Absolute value function
Tangent
Relative minimum
End behavior
31. Correspondence in size - form - and arrangement.
Symmetries
Exponential growth
End behavior
Periodicity
32. Ratio of the adjacent side to the hypotenuse of a right-angled triangle
Absolute value function
Cosine
Step function
Sine
33. A straight line that is the limiting value of a curve
Rate of change
Asymptote
Amplitude
Arc
34. The quality of recurring at intervals
Arithmetic sequence
Periodicity
Absolute value function
Exponential decay
35. A function of a form y=b where b is some number
Constant function
Sine
Exponential function
Domain
36. An amount of time
Arithmetic sequence
Negative intervals
Relative minimum
Period
37. Ratio of the adjacent side to the hypotenuse of a right-angled triangle
Tangent
Arithmetic sequence
Cosine
Exponential decay
38. The inverse of an exponential function
Constant function
Increasing intervals
Cosine
Logarithmic function
39. A function whose graph is a series of line segments
Arc
Symmetries
Step function
Absolute value function
40. Describes how a quantity is changing over time
Absolute value function
Constant function
Rate of change
Intercepts
41. Point when the graph goes from increasing to decreasing
Relative maximum
Trigonometric function
Domain
Exponential growth
42. The function is positive where its y-values are positive (above the x-axis)
Positive intervals
Asymptote
Fibonacci sequence
Step function
43. An equation in the form of 'f(x)=' to show the output value of a function - f - for an input value x
Asymptote
Exponential decay
Logarithmic function
Function notation
44. The limits of the values a function can take
Range
Arc
Absolute value function
Constant function
45. Correspondence in size - form - and arrangement.
Symmetries
Amplitude
Asymptote
Relative minimum
46. A straight line that is the limiting value of a curve
Decreasing intervals
Periodicity
Function notation
Asymptote
47. A sequence of numbers in which each number equals the sum of the two [receding numbers
Rate of change
Sine
Fibonacci sequence
Logarithmic function
48. Growth at a constant rate of increase per unit of time; can be expressed as a constant fraction or exponent
Trigonometric function
Exponential growth
Absolute value function
Geometric sequence
49. Function of an angle expressed as a ratio of the sides of right-angled triangle containing the angle
Step function
Trigonometric function
Domain
Arc
50. A situation that decreases by the same percent each time; the growth rate is 0 < b < 1
Relative minimum
Exponential decay
Relative maximum
Logarithmic function